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Vikki [24]
3 years ago
5

Ryan estimates that he drove approximately 1,300 miles on business trips, but he can only provide written documentation of the b

usiness purpose for trips totaling 820 miles. what business expense amount can ryan deduct (if any) for these trips?
Business
1 answer:
Vanyuwa [196]3 years ago
7 0

Answer: The correct answer is the IRS deductible rate for 820 miles.

Explanation: In order to claim an item as a business expense you need to have documentation for the expense. In the case of mileage, there needs to be documentation for the trip. The amount that Ryan can write off is the IRS deductible amount per mile, which is .58 per mile in 2019 for 820 miles. This amount for 2019 is $475.60.

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Factory X manufactures steam cleaners for engines and has a high level of sales variability. The units sell for $3,200 each but
Scilla [17]

Answer:

a. Some examples of fixed costs are; Insurance, utility charges, and Rent.

b. Variable cost=$1,280

c. Fixed costs=$1,000,000

d. Break-even level of units=521 units

e. Break-even level of sales=$1,667,200

Explanation:

a.

Fixed costs are the expenses that do not change with the level of output, while the variable costs depend on the amount of output produced. The fixed costs typically stay the same with the production levels. The variable costs on the other hand change as the production changes.

Some examples of fixed costs in a typical manufacturing plant are;

1. Insurance

2. Utility charges

3. Rent

4. Property taxes

b.

The variable costs are the Material and labor costs, since a higher or a lower level of output will affect the quantity of materials and labor needed. Thus their costs change with the output.

Variable cost=material cost+labor costs=$1,280

c.

The fixed costs=$1,000,000 since they don't vary with the sales. Sales is a direct function of the output.

d. The break even point is the point at which the Revenue from sales equal the costs. This can be expressed as;

Revenue=price per unit×number of units sold

where;

price per unit=$3,200

number of units sold=n

replacing;

Revenue=3,200×n=3,200 n

Total cost=fixed cost+(cost per unit×number of units)

fixed cost=$1,000,000

cost per unit=$1,280

number of units=n

replacing;

Total costs=1,000,000+(1,280×n)=1,280 n+1,000,000

Since at break-even point, revenue equals cost;

3,200 n=1,280 n+1,000,000

3,200 n-1,280 n=1,000,000

1,920 n=1,000,000

n=1,000,000/1,920

n=520.83

n=521

Number of units is approximately 521 at break-even

Break-even level of units=521 units

e.

Break-even sales=price per unit×break-even level of units

where;

price per unit=$3,200

break-even level of units=521 units

replacing;

Break-even level of sales=3,200×521=$1,667,200

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